Some new cases of Zilber-Pink in $Y(1)^3$

Published 10 Oct 2025 in math.NT and math.AG | (2510.09603v1)

Abstract: We prove the Zilber-Pink conjecture for curves in $Y(1)^3$ that intersect a modular curve in the boundary. We also give an unconditional result for points having few places of supersingular reduction. Both results are proved using the G-function method for unlikely intersections.

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